
Use the seq( command to generate the first ten terms of the sequence
, starting with
n = 0.

Find the exact value and a decimal approximation for the partial sum of the first 10 terms of the sequence given in Question 1:
.

Graph the first twenty terms of the sequence
starting with n = 1. Does the sequence appear to converge? If so, to what value does it converge?

Make a table of values for the sequence
. Use "Ask" mode to find a_{25}, a_{50} and a_{100}.

Graph the sequence of partial sums for
beginning with the first partial sum and ending with the tenth partial sum. Does the sequence of partial sums appear to converge? If so, to what value does it converge?

Graph the recursive sequence a_{n} = 0.75a_{n}1 + 16; a_{0} = 16. Does the sequence appear to converge? If so, to what value does it converge?
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